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- February 14th 2010, 05:56 PM #1

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- February 14th 2010, 06:12 PM #2

- February 14th 2010, 06:18 PM #3

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Oh dear. Well, at least you recognize this as a linear first order differential. It is the confusion on what your integrating factor is that is the problem. Remember, a differential is in linear form when it is written as:

, with an integrating factor equal to .

Rewriting the equation so that it is in linear form we get:

Thus, our integrating factor is . From here you should see how things start to cancel out. If you need more help, post here.

- February 15th 2010, 09:58 AM #4
the ODE is already in the required form. if we do what you did, we'd end up with , and multiplying through by that brings us back to the original ODE! we don't need an integrating factor here, everything is already in a nice form. just continue as if you already found the integrating factor